#golomb — Public Fediverse posts
Live and recent posts from across the Fediverse tagged #golomb, aggregated by home.social.
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The #Fascinating #World of #Golomb #Rulers : Medium
Why #Controversial #Ideas in #Science shouldn't always be dismissed : New Scientist
Immense #Whale ‘#Graveyard’ discovered in the #DeepSea : Science
Latest #KnowledgeLinks
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The #Fascinating #World of #Golomb #Rulers : Medium
Why #Controversial #Ideas in #Science shouldn't always be dismissed : New Scientist
Immense #Whale ‘#Graveyard’ discovered in the #DeepSea : Science
Latest #KnowledgeLinks
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Cheskers is a variant of checkers and chess invented by Solomon #Golomb in 1948
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Cheskers is a variant of checkers and chess invented by Solomon #Golomb in 1948
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Greg Freeman, Golomb @ The Garrison - 15 Jan feat. Golomb, Greg Freeman
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Monty McGovern, University of Washington, via #ScientificAmerican (https://www.scientificamerican.com/article/these-are-the-most-beautiful-equations-in-mathematics)
Making my head hurt (in all the ways that do it good) this morning:
"My favorite equation is (1/p) + (1/q) + (1/r) = 1. Its only solutions in positive integers are p = q = r = 3; p = 2, q = r = 4; and p = 2, q = 3, r = 6. This equation pertains to a beautiful class of groups called Coxeter, or reflection, groups and marks the crucial boundary between finite and infinite groups of this kind. Its solutions are intimately related to the only ways of tiling the plane by regular polygons, namely by equilateral triangles, squares or hexagons."
Small thought, is there a (not #group-heavy) link between dividing 1 into parts and #Golomb Rulers?
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Monty McGovern, University of Washington, via #ScientificAmerican (https://www.scientificamerican.com/article/these-are-the-most-beautiful-equations-in-mathematics)
Making my head hurt (in all the ways that do it good) this morning:
"My favorite equation is (1/p) + (1/q) + (1/r) = 1. Its only solutions in positive integers are p = q = r = 3; p = 2, q = r = 4; and p = 2, q = 3, r = 6. This equation pertains to a beautiful class of groups called Coxeter, or reflection, groups and marks the crucial boundary between finite and infinite groups of this kind. Its solutions are intimately related to the only ways of tiling the plane by regular polygons, namely by equilateral triangles, squares or hexagons."
Small thought, is there a (not #group-heavy) link between dividing 1 into parts and #Golomb Rulers?
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Golomb coding
在 Hacker News 上看到 id=40008133 這篇提到 Golomb coding 覺得很有趣，花了些時間把演算法以及使用的場景搞清楚...
Golomb coding 用在 input 是數字 (或是 fixed size 時硬當作一個數字處理)，而且大多數的資料都偏小的情境下，像是「I don't get Golomb / Rice coding: It does make more bits of the input, or does it?」這邊解釋 Golomb coding 時提到的：
they reduce the averag
https://blog.gslin.org/archives/2024/04/25/11759/golomb-coding/
#Computer #Murmuring #Programming #algorithm #coding #compression #data #golomb #lossless #rice #series #structure #time
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Golomb coding
在 Hacker News 上看到 id=40008133 這篇提到 Golomb coding 覺得很有趣，花了些時間把演算法以及使用的場景搞清楚...
Golomb coding 用在 input 是數字 (或是 fixed size 時硬當作一個數字處理)，而且大多數的資料都偏小的情境下，像是「I don't get Golomb / Rice coding: It does make more bits of the input, or does it?」這邊解釋 Golomb coding 時提到的：
they reduce the averag
https://blog.gslin.org/archives/2024/04/25/11759/golomb-coding/
#Computer #Murmuring #Programming #algorithm #coding #compression #data #golomb #lossless #rice #series #structure #time
